If A is the set of all integral multiples of 3 and B is the set of all integral mulriples of 5, then A∩B
is the set of all integral multiples of
a) 3 + 5
b) 5 – 3
c) G.C.D of (3, 5)
d) L.C.M of (3, 5)
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Given:
A = {x: x is a multiple of 3}
B = {y: y is a multiple of 5}
To find:
A ∩ B
Solution:
A ∩ B means the values which are present both in set A and in set B
Thus, those values are the the multiples of the LCM of 3 and 5
Option (D) LCM of (3,5) is right.
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